Journal of Mathematics of Kyoto University

The Kyoto Journal of Mathematics, formerly The Journal of Mathematics of Kyoto University, has a long and distinguished history of publishing high-quality and original mathematical research. A quarterly, it publishes original research papers at the forefront of pure mathematics, including surveys that contribute to advances in pure mathematics.


Volume 49, Number 3

Publication Date: 2009

Composition factors of polynomial representation of DAHA and q-decomposition numbers

Naoya Enomoto; 441-473

A variational representation for random functionals on abstract Wiener spaces

Xicheng Zhang; 475-490

The quadratic variations of local martingales and the first-passage times of stochastic integrals

Shunsuke Kaji; 491-502

Generalized L-geodesic and monotonicity of the generalized reduced volume in the Ricci flow

Shu-Yu Hsu; 503-571

Brownian motion conditioned to stay in a cone

Rodolphe Garbit; 573-592

A note on strong unique continuation for normal elliptic systems with Gevrey coefficients

Mitsuji Tamura; 593-601

An asymptotic estimate for the hitting time of a half-line by two-dimensional Brownian motion

Yasuki Isozaki; 603-617

An intrinsic characterization of the direct product of balls

Akio Kodama and Satoru Shimizu; 619-630

On a result of H. Fujimoto

Xiaotian Bai, Qi Han and Ang Chen; 631-643

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